Calculate the intrinsic value $($in $$)$ of the outstanding options using the information below, assuming a share price of $$18\mathrm{.}76.$

Enter your answer as a positive number, rounded to $1$ decimal place, e$.$g$.1000\mathrm{.}0$

Do not adjust the units as provided in the question.

$\backslash$table$[[$Range of$,$Number,Weighted$-$Average Remaining,Weighted$-$Average Exercise Number,Weighted$-$Average Exercise$],[$Exercise Prices,Outstanding,Contractual Life $($in Years$),$Price per Share,Exercisable,Price per Share$],[0\mathrm{.}01-15\mathrm{.}00,122,4\mathrm{.}58,11\mathrm{.}02,93,11\mathrm{.}09],[15\mathrm{.}01-18\mathrm{.}00,230,5\mathrm{.}81,17\mathrm{.}24,124,16\mathrm{.}76],[18\mathrm{.}01-20\mathrm{.}00,303,5\mathrm{.}48,19\mathrm{.}22,183,19\mathrm{.}19]]$